Prime ideals in skew and q-skew polynomial rings / [electronic resource] K.R. Goodearl, E.S. Letzter.
By: Goodearl, K. R
Contributor(s): Letzter, E. S. (Edward S.)
Material type: 



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"May 1994, volume 109, number 521 (first of 5 numbers)."
Includes bibliographical references (p. 104-106).
1. Introduction 2. Preliminaries for $S$ = $R$[$y; \tau , \delta $] 3. Tau-delta-prime coefficient rings 4. Each prime ideal of $S$ is associated to a unique $\tau $-orbit in spec$R$ 5. Annihilator primes and induced bimodules 6. Prime ideals in quadratic (-1)-skew extensions 7. Prime ideals in $S$ associated to infinite orbits. The general case 8. Prime ideals in $S$ associated to infinite orbits. The $q$-skew case 9. Prime ideals in $S$ associated to finite orbits. The general case 10. Prime ideals in $S$ associated to finite orbits. The $q$-skew case 11. Classification of prime ideals in $q$-skew extensions 12. Irreducible finite dimensional representations of $q$-skew extensions 13. Quantized Weyl algebras 14. Prime factors of coordinate rings of quantum matrices 15. Chains of prime ideals in iterated Ore extensions
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Electronic reproduction. Providence, Rhode Island : American Mathematical Society. 2012
Mode of access : World Wide Web
Description based on print version record.
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